对“f=1玻色子系统中的极性序和反铁磁序”一文的评论
Comment on "Polar and antiferromagnetic order in f=1 boson systems"
摘要：
文献\cite{tasa13}导出了磁场作用下自旋为1的凝聚体基态超精细组分$μ=0$粒子平均数下界的一个不等式。它表明，在这一评论，在一个广泛的域的参数通常在实验中访问，下限似乎是负的。因此，不等式的适用性非常有限。
英文摘要：
An inequality for the lower bound of the average number of hyperfine component $μ=0$ particles in the ground state of spin-1 condensates under a magnetic field has been derived in ref.\cite{tasa13}. It is shown in this comment that, in a broad domain of parameters usually accessed in experiments, the lower bound appears to be negative. Thus the applicability of the inequality is very limited.
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